Notebook for cell type identity correlations
General Setup
Setup chunk
Setup reticulate
knitr::opts_chunk$set(fig.width = 8)
knitr::opts_knit$set(root.dir = normalizePath(".."))
knitr::opts_knit$get("root.dir")
[1] "/nas/groups/treutlein/USERS/tomasgomes/projects/pallium_evo"
Load libraries
library(reticulate)
knitr::knit_engines$set(python = reticulate::eng_python)
py_available(initialize = FALSE)
[1] TRUE
use_python(Sys.which("python"))
py_config()
python: /home/tpires/bin/miniconda3/bin/python
libpython: /home/tpires/bin/miniconda3/lib/libpython3.8.so
pythonhome: /home/tpires/bin/miniconda3:/home/tpires/bin/miniconda3
version: 3.8.3 (default, May 19 2020, 18:47:26) [GCC 7.3.0]
numpy: /home/tpires/bin/miniconda3/lib/python3.8/site-packages/numpy
numpy_version: 1.18.5
NOTE: Python version was forced by RETICULATE_PYTHON
Load and reformat data
Load Seurat data
library(Seurat)
library(dplyr)
library(tidyverse)
library(igraph)
library(UpSetR)
Load axolotl data
lizard_all = readRDS("data/expression/lizard_all_v3.RDS")
turtle_all = readRDS("data/expression/turtle_all_v3.RDS")
drerio_brain = readRDS("data/expression/drerio_brain_v3.RDS")
finches_brain = readRDS("data/expression/HVC_RA_X.RDS")
finches_list = SplitObject(finches_brain, split.by = "species")
mouse_brain = readRDS("data/expression/l5_all_seurat.RDS")
Merge axolotl annotations together into a single object
axolotl_gaba = readRDS(file = "data/expression/axolotl/pallium_neuronal_GABA_res07_harmony.RDS")
axolotl_glut = readRDS(file = "data/expression/axolotl/pallium_neuronal_Glut_res05_harmony.RDS")
axolotl_neurons = readRDS(file = "data/expression/axolotl/pallium_neuronal_res07_harmony.RDS")
axolotl_all = readRDS(file = "data/expression/axolotl/palliumres07_harmony.RDS")
Organise metadata into a list
gaba_cl = paste0("GABA_", axolotl_gaba$seurat_clusters)
names(gaba_cl) = colnames(axolotl_gaba)
glut_cl = paste0("Glut_", axolotl_glut$seurat_clusters)
names(glut_cl) = colnames(axolotl_glut)
other = axolotl_all$classification_2[!(colnames(axolotl_all) %in% c(names(glut_cl), names(gaba_cl)))]
all_annot = data.frame("all_annot" = c(other, gaba_cl, glut_cl))
axolotl_all = AddMetaData(axolotl_all, metadata = all_annot)
axolotl_all_filt = axolotl_all[,!is.na(axolotl_all$all_annot) & !grepl("neuron", axolotl_all$all_annot)]
Load necessary eggNOG data
meta_list = list("exp_tur" = turtle_all@meta.data, "exp_liz" = lizard_all@meta.data,
"exp_dre" = drerio_brain@meta.data, "exp_zef" = finches_list$ZF@meta.data,
"exp_bef" = finches_list$BF@meta.data, "exp_mou" = mouse_brain@meta.data,
"exp_axo" = axolotl_all_filt@meta.data)
cl_id_list = list("cluster", "clusters", "Mod2.5", "seurat_clusters", "seurat_clusters", "Taxonomy_group",
"all_annot")
names(cl_id_list) = names(meta_list)
Prepare datasets
Reformat matrices to have only one2one orthologs that are shared
annot_list = readRDS(file = "data/eggNOG/annotation_list.RDS")
Renormalise, get mean expression and markers
counts_list = list(exp_tur = turtle_all@assays$RNA@counts, exp_liz = lizard_all@assays$RNA@counts,
exp_dre = drerio_brain@assays$RNA@counts, exp_zef = finches_list$ZF@assays$RNA@counts,
exp_bef = finches_list$BF@assays$RNA@counts, exp_mou = mouse_brain@assays$RNA@counts,
exp_axo = axolotl_all_filt@assays$RNA@counts)
reformatWithOrth = function(eggnog_annot, counts_l, sp_list = c("Cpicta", "Pvitticeps")){
l_g_sp = list()
for(spi in 1:length(sp_list)){
cp = names(counts_l)[spi]
sp = sp_list[spi]
l_g_sp[[cp]] = eggnog_annot[[sp]][,c(2,5)]
l_g_sp[[cp]] = l_g_sp[[cp]][l_g_sp[[cp]]$Preferred_name!="-" & !is.na(l_g_sp[[cp]]$Preferred_name),]
l_g_sp[[cp]]$Preferred_name = toupper(l_g_sp[[cp]]$Preferred_name)
l_g_sp[[cp]] = unique(l_g_sp[[cp]])
l_g_sp[[cp]] = l_g_sp[[cp]][!(l_g_sp[[cp]]$gene %in% l_g_sp[[sp]]$gene[duplicated(l_g_sp[[cp]]$gene)]),]
l_g_sp[[cp]] = l_g_sp[[cp]][!(l_g_sp[[cp]]$Preferred_name %in% l_g_sp[[cp]]$Preferred_name[duplicated(l_g_sp[[cp]]$Preferred_name)]),]
}
all_sp_match = l_g_sp %>% reduce(full_join, by = "Preferred_name")
all_sp_match = all_sp_match[,c(2,1,3:ncol(all_sp_match))]
colnames(all_sp_match) = c("Preferred_name", names(counts_l))
# only keep genes appearing in exp matrix
g_in = lapply(colnames(all_sp_match)[-1],
function(x) toupper(all_sp_match[,x]) %in% toupper(rownames(counts_l[[x]])))
keep = rep(T, nrow(all_sp_match))
for(n in 1:length(g_in)){
keep = keep & g_in[[n]]
}
all_sp_match_filt = all_sp_match[keep,]
# remove duplicated - only want one2one
g_du = lapply(colnames(all_sp_match_filt)[-1],
function(x) !(all_sp_match_filt[,x] %in% all_sp_match_filt[,x][duplicated(all_sp_match_filt[,x])]))
keep = rep(T, nrow(all_sp_match_filt))
for(n in 1:length(g_du)){
keep = keep & g_du[[n]]
}
all_sp_match_filt = all_sp_match_filt[keep,]
# putting everything into uppercase because the drerio data is in uppercase for some reason...
for(n in colnames(all_sp_match_filt)){all_sp_match_filt[,n] = toupper(all_sp_match_filt[,n])}
return(all_sp_match_filt)
}
gene_match = reformatWithOrth(annot_list, counts_list,
sp_list = c("Cpicta", "Pvitticeps", "Drerio", "Tguttata",
"Tguttata", "Mmusculus", "Amexicanum"))
gene_match_comp = gene_match[complete.cases(gene_match),]
lapply(counts_list, dim)
$exp_tur
[1] 23500 18828
$exp_liz
[1] 15345 4187
$exp_dre
[1] 26586 58492
$exp_zef
[1] 19857 39681
$exp_bef
[1] 19857 4105
$exp_mou
[1] 27998 160796
$exp_axo
[1] 82960 15269
for(n in names(counts_list)){
counts_list[[n]] = counts_list[[n]][toupper(rownames(counts_list[[n]])) %in% gene_match_comp[,n],]
rownames(counts_list[[n]]) = gene_match_comp$Preferred_name[match(toupper(rownames(counts_list[[n]])),
gene_match_comp[,n])]
}
lapply(counts_list, dim)
$exp_tur
[1] 4805 18828
$exp_liz
[1] 4805 4187
$exp_dre
[1] 4833 58492
$exp_zef
[1] 4805 39681
$exp_bef
[1] 4805 4105
$exp_mou
[1] 4805 160796
$exp_axo
[1] 4805 15269
# make sure they have the same ordering
counts_list = lapply(counts_list, function(x) x[rownames(counts_list$exp_axo),])
Correlation analysis
Load data
load("results/cross_species_correlation/one2one_seurat_avg_mk.RData")
Select genes to use for correlations, normalise data
load("results/cross_species_correlation/one2one_seurat_avg_mk.RData")
upset(fromList(top_mk_list[c(6,4,5,2,1,7,3)]), sets = names(top_mk_list)[c(6,4,5,2,1,7,3)],
order.by = "freq", keep.order = TRUE, number.angles = 0, nintersects = 30, point.size = 1.8)
Calculate correlations
Plot correlation matrices
sp_cor_l = list()
for(i in names(avg_exp_sub)){
for(j in names(avg_exp_sub)){
print(paste(i, j))
sp_cor_l[[paste0(i, ".", j)]] = cor(avg_exp_sub[[i]], avg_exp_sub[[j]], method = "sp")
}
}
[1] "exp_tur exp_tur"
[1] "exp_tur exp_liz"
[1] "exp_tur exp_dre"
[1] "exp_tur exp_zef"
[1] "exp_tur exp_bef"
[1] "exp_tur exp_mou"
[1] "exp_tur exp_axo"
[1] "exp_liz exp_tur"
[1] "exp_liz exp_liz"
[1] "exp_liz exp_dre"
[1] "exp_liz exp_zef"
[1] "exp_liz exp_bef"
[1] "exp_liz exp_mou"
[1] "exp_liz exp_axo"
[1] "exp_dre exp_tur"
[1] "exp_dre exp_liz"
[1] "exp_dre exp_dre"
[1] "exp_dre exp_zef"
[1] "exp_dre exp_bef"
[1] "exp_dre exp_mou"
[1] "exp_dre exp_axo"
[1] "exp_zef exp_tur"
[1] "exp_zef exp_liz"
[1] "exp_zef exp_dre"
[1] "exp_zef exp_zef"
[1] "exp_zef exp_bef"
[1] "exp_zef exp_mou"
[1] "exp_zef exp_axo"
[1] "exp_bef exp_tur"
[1] "exp_bef exp_liz"
[1] "exp_bef exp_dre"
[1] "exp_bef exp_zef"
[1] "exp_bef exp_bef"
[1] "exp_bef exp_mou"
[1] "exp_bef exp_axo"
[1] "exp_mou exp_tur"
[1] "exp_mou exp_liz"
[1] "exp_mou exp_dre"
[1] "exp_mou exp_zef"
[1] "exp_mou exp_bef"
[1] "exp_mou exp_mou"
[1] "exp_mou exp_axo"
[1] "exp_axo exp_tur"
[1] "exp_axo exp_liz"
[1] "exp_axo exp_dre"
[1] "exp_axo exp_zef"
[1] "exp_axo exp_bef"
[1] "exp_axo exp_mou"
[1] "exp_axo exp_axo"
UMAP from mean expression
cols = colorRampPalette(c(rev(RColorBrewer::brewer.pal(9, "Blues")),
RColorBrewer::brewer.pal(9, "Reds")))(100)
for(n in names(sp_cor_l)){
pltmat = t(sp_cor_l[[n]])
br = c(seq(min(pltmat), 0, length.out = 51), seq(0, max(pltmat), length.out = 51)[-1])
pheatmap::pheatmap(pltmat, breaks = br, color = cols,
clustering_method = "ward.D2", main = n)
}

















































Network in MDS from correlations
cor_tab_l = list()
for(n in names(sp_cor_l)){
dat = reshape2::melt(sp_cor_l[[n]])
dat$sp1 = strsplit(strsplit(n, ".", fixed = T)[[1]][1], "_", fixed = T)[[1]][2]
dat$sp2 = strsplit(strsplit(n, ".", fixed = T)[[1]][2], "_", fixed = T)[[1]][2]
dat$Var1 = paste0(dat$sp1, "_", dat$Var1)
dat$Var2 = paste0(dat$sp2, "_", dat$Var2)
cor_tab_l[[n]] = dat
}
cor_tab = Reduce(rbind, cor_tab_l)
cor_sp = reshape2::dcast(cor_tab, Var1 ~ Var2, value.var = "value")
rownames(cor_sp) = cor_sp[,1]
cor_sp = cor_sp[,-1]
adj_mat = cor_sp>=0.3
# build graph, project with MDS
network_sp = graph_from_adjacency_matrix(adj_mat, weighted=T, mode="undirected", diag=F)
l_sp = igraph::layout_with_mds(network_sp)
l_sp = data.frame(l_sp)
l_sp$cl = colnames(adj_mat)
rownames(l_sp) = colnames(adj_mat)
l_sp$sp = unlist(lapply(strsplit(l_sp$cl, "_"), function(x) x[1]))
l_sp$cl = unlist(lapply(strsplit(l_sp$cl, "_"), function(x) x[2]))
df_names = l_sp[l_sp$sp=="axo",]
ggplot(l_sp, aes(x = X1, y = X2, colour = sp))+
geom_point()+
ggrepel::geom_text_repel(data = df_names, mapping = aes(x = X1, y = X2, label = cl), max.overlaps = 100)+
theme_classic()
common_genes = Reduce(intersect, top_mk_list)
any_genes = Reduce(union, top_mk_list)
non_shared_genes = any_genes[!(any_genes %in% common_genes)]
non_shared_genes = non_shared_genes[non_shared_genes %in% Reduce(intersect, lapply(avg_exp, rownames))]
avg_exp_sub = lapply(avg_exp, function(x) t(apply(x[non_shared_genes,], 1, function(y) y/mean(y))))
lapply(avg_exp_sub, dim)
for(n in names(avg_exp_sub)){
sp = strsplit(n, "_")[[1]][2]
colnames(avg_exp_sub[[n]]) = paste0(sp, "..", colnames(avg_exp_sub[[n]]))
}
avg_exp_all = t(Reduce(cbind, avg_exp_sub))
set.seed(2954)
l = uwot::umap(avg_exp_all, metric = "cosine", ret_nn = T, n_epochs = 1000)
l_sp = data.frame(l$embedding)
rownames(l_sp) = rownames(avg_exp_all)
l_sp$cl = rownames(avg_exp_all)
l_sp$sp = unlist(lapply(strsplit(l_sp$cl, "..", fixed = T), function(x) x[1]))
l_sp$cl = unlist(lapply(strsplit(l_sp$cl, "..", fixed = T), function(x) x[2]))
df_names = l_sp[l_sp$sp=="axo",]
ggplot(l_sp, aes(x = X1, y = X2, colour = sp))+
geom_point()+
ggrepel::geom_text_repel(data = df_names, mapping = aes(x = X1, y = X2, label = cl),
max.overlaps = 100, size = 3)+
theme_classic()
---
title: "Cross species correlation"
output: html_notebook
---

Notebook for cell type identity correlations



# General Setup
Setup chunk

```{r, setup, include=FALSE}
knitr::opts_chunk$set(fig.width = 8)
knitr::opts_knit$set(root.dir = normalizePath(".."))
knitr::opts_knit$get("root.dir")
```

Setup reticulate

```{r}
library(reticulate)
knitr::knit_engines$set(python = reticulate::eng_python)
py_available(initialize = FALSE)
use_python(Sys.which("python"))
py_config()
```

Load libraries

```{r}
library(Seurat)
library(dplyr)
library(tidyverse)
library(igraph)
library(UpSetR)
```



# Load and reformat data
Load Seurat data

```{r}
lizard_all = readRDS("data/expression/lizard_all_v3.RDS")
turtle_all = readRDS("data/expression/turtle_all_v3.RDS")
drerio_brain = readRDS("data/expression/drerio_brain_v3.RDS")
finches_brain = readRDS("data/expression/HVC_RA_X.RDS")
finches_list = SplitObject(finches_brain, split.by = "species")
mouse_brain = readRDS("data/expression/l5_all_seurat.RDS")
```

Load axolotl data

```{r}
axolotl_gaba = readRDS(file = "data/expression/axolotl/pallium_neuronal_GABA_res07_harmony.RDS")
axolotl_glut = readRDS(file = "data/expression/axolotl/pallium_neuronal_Glut_res05_harmony.RDS")
axolotl_neurons = readRDS(file = "data/expression/axolotl/pallium_neuronal_res07_harmony.RDS")
axolotl_all = readRDS(file = "data/expression/axolotl/palliumres07_harmony.RDS")
```

Merge axolotl annotations together into a single object

```{r}
gaba_cl = paste0("GABA_", axolotl_gaba$seurat_clusters)
names(gaba_cl) = colnames(axolotl_gaba)
glut_cl = paste0("Glut_", axolotl_glut$seurat_clusters)
names(glut_cl) = colnames(axolotl_glut)
other = axolotl_all$classification_2[!(colnames(axolotl_all) %in% c(names(glut_cl), names(gaba_cl)))]
all_annot = data.frame("all_annot" = c(other, gaba_cl, glut_cl))
axolotl_all = AddMetaData(axolotl_all, metadata = all_annot)
axolotl_all_filt = axolotl_all[,!is.na(axolotl_all$all_annot) & !grepl("neuron", axolotl_all$all_annot)]
```

Organise metadata into a list

```{r}
meta_list = list("exp_tur" = turtle_all@meta.data, "exp_liz" = lizard_all@meta.data, 
                 "exp_dre" = drerio_brain@meta.data, "exp_zef" = finches_list$ZF@meta.data, 
                 "exp_bef" = finches_list$BF@meta.data, "exp_mou" = mouse_brain@meta.data, 
                 "exp_axo" = axolotl_all_filt@meta.data)
cl_id_list = list("cluster", "clusters", "Mod2.5", "seurat_clusters", "seurat_clusters", "Taxonomy_group",
                  "all_annot")
names(cl_id_list) = names(meta_list)
```

Load necessary eggNOG data

```{r}
annot_list = readRDS(file = "data/eggNOG/annotation_list.RDS")
```



# Prepare datasets
Reformat matrices to have only one2one orthologs that are shared

```{r}
counts_list = list(exp_tur = turtle_all@assays$RNA@counts, exp_liz = lizard_all@assays$RNA@counts,
                   exp_dre = drerio_brain@assays$RNA@counts, exp_zef = finches_list$ZF@assays$RNA@counts,
                   exp_bef = finches_list$BF@assays$RNA@counts, exp_mou = mouse_brain@assays$RNA@counts,
                   exp_axo = axolotl_all_filt@assays$RNA@counts)

reformatWithOrth = function(eggnog_annot, counts_l, sp_list = c("Cpicta", "Pvitticeps")){
  l_g_sp = list()
  for(spi in 1:length(sp_list)){
    cp = names(counts_l)[spi]
    sp = sp_list[spi]
    l_g_sp[[cp]] = eggnog_annot[[sp]][,c(2,5)]
    l_g_sp[[cp]] = l_g_sp[[cp]][l_g_sp[[cp]]$Preferred_name!="-" & !is.na(l_g_sp[[cp]]$Preferred_name),]
    l_g_sp[[cp]]$Preferred_name = toupper(l_g_sp[[cp]]$Preferred_name)
    l_g_sp[[cp]] = unique(l_g_sp[[cp]])
    l_g_sp[[cp]] = l_g_sp[[cp]][!(l_g_sp[[cp]]$gene %in% l_g_sp[[sp]]$gene[duplicated(l_g_sp[[cp]]$gene)]),]
    l_g_sp[[cp]] = l_g_sp[[cp]][!(l_g_sp[[cp]]$Preferred_name %in% l_g_sp[[cp]]$Preferred_name[duplicated(l_g_sp[[cp]]$Preferred_name)]),]
  }
  
  all_sp_match = l_g_sp %>% reduce(full_join, by = "Preferred_name")
  all_sp_match = all_sp_match[,c(2,1,3:ncol(all_sp_match))]
  colnames(all_sp_match) = c("Preferred_name", names(counts_l))
  
  # only keep genes appearing in exp matrix
  g_in = lapply(colnames(all_sp_match)[-1], 
                function(x) toupper(all_sp_match[,x]) %in% toupper(rownames(counts_l[[x]])))
  keep = rep(T, nrow(all_sp_match))
  for(n in 1:length(g_in)){
    keep = keep & g_in[[n]]
  }
  all_sp_match_filt = all_sp_match[keep,]
  
  # remove duplicated - only want one2one
  g_du = lapply(colnames(all_sp_match_filt)[-1], 
                function(x) !(all_sp_match_filt[,x] %in% all_sp_match_filt[,x][duplicated(all_sp_match_filt[,x])]))
  keep = rep(T, nrow(all_sp_match_filt))
  for(n in 1:length(g_du)){
    keep = keep & g_du[[n]]
  }
  all_sp_match_filt = all_sp_match_filt[keep,]
  
  # putting everything into uppercase because the drerio data is in uppercase for some reason...
  for(n in colnames(all_sp_match_filt)){all_sp_match_filt[,n] = toupper(all_sp_match_filt[,n])}
  
  return(all_sp_match_filt)
}

gene_match = reformatWithOrth(annot_list, counts_list, 
                              sp_list = c("Cpicta", "Pvitticeps", "Drerio", "Tguttata", 
                                          "Tguttata", "Mmusculus", "Amexicanum"))
gene_match_comp = gene_match[complete.cases(gene_match),]

lapply(counts_list, dim)
for(n in names(counts_list)){
  counts_list[[n]] = counts_list[[n]][toupper(rownames(counts_list[[n]])) %in% gene_match_comp[,n],]
  rownames(counts_list[[n]]) = gene_match_comp$Preferred_name[match(toupper(rownames(counts_list[[n]])),
                                                                    gene_match_comp[,n])]
}
lapply(counts_list, dim)

# make sure they have the same ordering
counts_list = lapply(counts_list, function(x) x[rownames(counts_list$exp_axo),])
```

Renormalise, get mean expression and markers

```{r}
seurat_one2one = list()
avg_exp = list()
mk_list = list()
for(n in names(counts_list)){
  print(n)
  seurat_one2one[[n]] = CreateSeuratObject(counts_list[[n]], meta.data = meta_list[[n]])
  Idents(seurat_one2one[[n]]) = seurat_one2one[[n]]@meta.data[,cl_id_list[[n]]]
  seurat_one2one[[n]] = suppressWarnings(SCTransform(seurat_one2one[[n]], do.correct.umi = T, verbose = F, 
                                                     seed.use = 1, vars.to.regress = "nCount_RNA",
                                                     variable.features.rv.th = 1, return.only.var.genes = F,
                                                     variable.features.n = NULL))
  avg_exp[[n]] = AverageExpression(seurat_one2one[[n]], assays = "SCT")$SCT
  mk_list[[n]] = FindAllMarkers(seurat_one2one[[n]], logfc.threshold = 0.2, only.pos = T,
                                pseudocount.use = 0.1, assay = "SCT")
}
save(seurat_one2one, avg_exp, mk_list, file = "results/cross_species_correlation/one2one_seurat_avg_mk.RData")
```



# Correlation analysis
Load data

```{r}
load("results/cross_species_correlation/one2one_seurat_avg_mk.RData")
```

Select genes to use for correlations, normalise data

```{r}
# get top markers
top_mk_list = lapply(mk_list, function(x) x[x$p_val_adj<=0.05 & x$avg_log2FC>0.2,])
for(n in names(top_mk_list)){
  top_mk_list[[n]] = unique(unlist((top_mk_list[[n]] %>% 
                                      arrange(desc(avg_log2FC)) %>% 
                                      group_by(cluster) %>% 
                                      slice(1:500000))[,"gene"]))
}

common_genes = Reduce(intersect, top_mk_list)
common_genes = common_genes[common_genes %in% Reduce(intersect, lapply(avg_exp, rownames))]
avg_exp_sub = lapply(avg_exp, function(x) t(apply(x[common_genes,], 1, function(y) y/mean(y))))
lapply(avg_exp_sub, dim)
```



```{r}
upset(fromList(top_mk_list[c(6,4,5,2,1,7,3)]), sets = names(top_mk_list)[c(6,4,5,2,1,7,3)], 
      order.by = "freq", keep.order = TRUE, number.angles = 0, nintersects = 30, point.size = 1.8)
```

Calculate correlations

```{r, include = FALSE}
sp_cor_l = list()
for(i in names(avg_exp_sub)){
  for(j in names(avg_exp_sub)){
    print(paste(i, j))
    sp_cor_l[[paste0(i, ".", j)]] = cor(avg_exp_sub[[i]], avg_exp_sub[[j]], method = "sp")
  }
}
```

Plot correlation matrices

```{r}
cols = colorRampPalette(c(rev(RColorBrewer::brewer.pal(9, "Blues")),
                          RColorBrewer::brewer.pal(9, "Reds")))(100)
for(n in names(sp_cor_l)){
  pltmat = t(sp_cor_l[[n]])
  br = c(seq(min(pltmat), 0, length.out = 51), seq(0, max(pltmat), length.out = 51)[-1])
  pheatmap::pheatmap(pltmat, breaks = br, color = cols,
                     clustering_method = "ward.D2", main = n)
}
```

UMAP from mean expression

```{r}
for(n in names(avg_exp_sub)){
  sp = strsplit(n, "_")[[1]][2]
  colnames(avg_exp_sub[[n]]) = paste0(sp, "..", colnames(avg_exp_sub[[n]]))
}
avg_exp_all = t(Reduce(cbind, avg_exp_sub))
set.seed(2954)
l = uwot::umap(avg_exp_all, metric = "cosine", ret_nn = T, n_epochs = 1000)
l_sp = data.frame(l$embedding)
rownames(l_sp) = rownames(avg_exp_all)
l_sp$cl = rownames(avg_exp_all)
l_sp$sp = unlist(lapply(strsplit(l_sp$cl, "..", fixed = T), function(x) x[1]))
l_sp$cl = unlist(lapply(strsplit(l_sp$cl, "..", fixed = T), function(x) x[2]))

df_names = l_sp[l_sp$sp=="axo" | (l_sp$X2<(-4) & l_sp$sp=="mou") | (l_sp$X2>0.5 & l_sp$sp=="mou"),]
ggplot(l_sp, aes(x = X1, y = X2, colour = sp))+
  geom_point()+
  ggrepel::geom_text_repel(data = df_names, mapping = aes(x = X1, y = X2, label = cl), max.overlaps = 100)+
  theme_classic()
```

Network in MDS from correlations

```{r}
cor_tab_l = list()
for(n in names(sp_cor_l)){
  dat = reshape2::melt(sp_cor_l[[n]])
  dat$sp1 = strsplit(strsplit(n, ".", fixed = T)[[1]][1], "_", fixed = T)[[1]][2]
  dat$sp2 = strsplit(strsplit(n, ".", fixed = T)[[1]][2], "_", fixed = T)[[1]][2]
  
  dat$Var1 = paste0(dat$sp1, "_", dat$Var1)
  dat$Var2 = paste0(dat$sp2, "_", dat$Var2)
  cor_tab_l[[n]] = dat
}
cor_tab = Reduce(rbind, cor_tab_l)
cor_sp = reshape2::dcast(cor_tab, Var1 ~ Var2, value.var = "value")
rownames(cor_sp) = cor_sp[,1]
cor_sp = cor_sp[,-1]
adj_mat = cor_sp>=0.3

# build graph, project with MDS
network_sp = graph_from_adjacency_matrix(adj_mat, weighted=T, mode="undirected", diag=F)
l_sp = igraph::layout_with_mds(network_sp)
l_sp = data.frame(l_sp)
l_sp$cl = colnames(adj_mat)
rownames(l_sp) = colnames(adj_mat)
l_sp$sp = unlist(lapply(strsplit(l_sp$cl, "_"), function(x) x[1]))
l_sp$cl = unlist(lapply(strsplit(l_sp$cl, "_"), function(x) x[2]))

df_names = l_sp[l_sp$sp=="axo",]
ggplot(l_sp, aes(x = X1, y = X2, colour = sp))+
  geom_point()+
  ggrepel::geom_text_repel(data = df_names, mapping = aes(x = X1, y = X2, label = cl), max.overlaps = 100)+
  theme_classic()
```



```{r}
common_genes = Reduce(intersect, top_mk_list)
any_genes = Reduce(union, top_mk_list)
non_shared_genes = any_genes[!(any_genes %in% common_genes)]
non_shared_genes = non_shared_genes[non_shared_genes %in% Reduce(intersect, lapply(avg_exp, rownames))]
avg_exp_sub = lapply(avg_exp, function(x) t(apply(x[non_shared_genes,], 1, function(y) y/mean(y))))
lapply(avg_exp_sub, dim)

for(n in names(avg_exp_sub)){
  sp = strsplit(n, "_")[[1]][2]
  colnames(avg_exp_sub[[n]]) = paste0(sp, "..", colnames(avg_exp_sub[[n]]))
}
avg_exp_all = t(Reduce(cbind, avg_exp_sub))
set.seed(2954)
l = uwot::umap(avg_exp_all, metric = "cosine", ret_nn = T, n_epochs = 1000)
l_sp = data.frame(l$embedding)
rownames(l_sp) = rownames(avg_exp_all)
l_sp$cl = rownames(avg_exp_all)
l_sp$sp = unlist(lapply(strsplit(l_sp$cl, "..", fixed = T), function(x) x[1]))
l_sp$cl = unlist(lapply(strsplit(l_sp$cl, "..", fixed = T), function(x) x[2]))

df_names = l_sp[l_sp$sp=="axo",]
ggplot(l_sp, aes(x = X1, y = X2, colour = sp))+
  geom_point()+
  ggrepel::geom_text_repel(data = df_names, mapping = aes(x = X1, y = X2, label = cl), 
                           max.overlaps = 100, size = 3)+
  theme_classic()
```

